Transformation: Dilation – Example 1: Transformation: Dilation – Example 2: Solution: : First, find the original coordinates: \(A=(-4, 0)\) \(B=(0, 2)\) \(C=(2, 0)\) \(D=(-2, -4)\) Next, take all of the coordinates, and multiply them by \(0.5\): \(A^\prime=(-2, 0)\) \(B^\prime=(0, 1)\) \(C^\prime=(1, 0)\) \(D^\prime=(-1, -2)\) Now, graph the new image. Exercises for Transformation: Dilation Graph the […]
\(V=\frac{4}{3}\times π\times r^3\) In fact, in this relation \(V\) represents the volume of the sphere, and \(r\) symbolizes the radius of the sphere in question. Finding Volume of Spheres – Example 1: Find the volume of a sphere whose radius is \(5 cm\). \((π=3.14)\) Solution: Given: radius, \(r=5 cm\) The volume of a sphere formula: […]
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